Model TNB Frame (formally Anu Project)

I would like an "implementation" of a Wiki "TNB Frame"

helix with the center of the helix being a function in

three dimensions. The Wiki page shows an example of a

helix centered on a line. This project involves generalizing

that implementation to a helix center following a general

function g(x,y,z) in 3D. The formula for a line centered

helix are as follows,

g(x,y,z) is the center of the first order helix

z = a.z * t + b.z;

x = a.x * cos(2*pi*f.x*t + b.x);

y = a.y * sin(2*pi*f.y*t + b.y);

where

a.z,a.x,a.y are constants

b.z,b.x,b.y are constants

f.x and f.y are constants

This needs to be converted to from s(t) to s(x,y,z) as

described in the Wiki page. Then plotted and/or animated.

I estimate that this project is fairly easy for one well

versed in math.

A successful solution may result in more elaborate work.

I would like to have a Matlab solution, but a "pure"

mathematical might be more general and hence more

useful.

Development time is not critical, but generality is.

The next step will involve implementing a second helix

that is centered on the first helix which is centered

on a generalized 3-D curve.

Квалификация: Алгоритмы, Математика, Matlab and Mathematica

О работодателе:
( 0 отзыв(-а, -ов) ) Milwaukee, United States

ID проекта: #5166308

4 фрилансеров(-а) в среднем готовы выполнить эту работу за \$160

shahbaz116

engineer and matlab simulation expert plz discuss................................................................................................

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dimitarpartenov

Hello I am interested from your project. I can convert the coordinats and can make animation in matlab

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ChyzhTolik

I finished University with specialty of math and now I'm working in the Institute of Applied Mathematics

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OpenPhantom

greetings mate, Electronics engineer from pune, India. Electronics Linux Embedded are my general fields of Interest. Thanks

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